Difference between revisions of "User talk:Boy Soprano II"

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I suggest a page on set theory theorems be made for the well-ordering theorem and other such theorems, similar to the [[trigonometric identities]] article. [[User:Temperal|Temperal]]<span style="color:red"><small><sup>[[User Talk:Temperal|xy]]</sup></small></span> 17:28, 26 November 2007 (EST)
 
I suggest a page on set theory theorems be made for the well-ordering theorem and other such theorems, similar to the [[trigonometric identities]] article. [[User:Temperal|Temperal]]<span style="color:red"><small><sup>[[User Talk:Temperal|xy]]</sup></small></span> 17:28, 26 November 2007 (EST)
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== Re:Caps ==
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See [[A:NAME]] for my opinion. [[User:Temperal|Temperal]]<span style="color:red"><small><sup>[[User Talk:Temperal|xy]]</sup></small></span> 13:08, 16 December 2007 (EST)

Revision as of 14:08, 16 December 2007

(Re) Good point. There’s really no pros or cons to having separate categories, so I took them out from the other succession templates. Azjps (talk) 20:10, 4 April 2007 (EDT)

Re:Red links

Those exact topics are already thoroughly covered on the article at the third link, and aren't signficant enough to deserve their own article.

If you want, you can make them redirects to the appropriate section in the other article, but then there would hardly be a point in linking to them. Temperalxy 17:53, 25 November 2007 (EST)

Yes I've heard about the controversy over the Axiom of Choice... perhaps that does deserve its own article. Researching the subject, the well-ordering theorem seems pretty notable, though not very significant...

Go ahead and make the article on the axiom of choice (you can just copy the material from the Zermelo-Fraenkel Axioms and then add a section about the controversy).

I suggest a page on set theory theorems be made for the well-ordering theorem and other such theorems, similar to the trigonometric identities article. Temperalxy 17:28, 26 November 2007 (EST)

Re:Caps

See A:NAME for my opinion. Temperalxy 13:08, 16 December 2007 (EST)